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Assessing Doppler velocities of Rankin Inlet F-region echoes
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作者 Alexander V Koustov Kale Colville +1 位作者 Robyn A D Fiori mohsen ghezelbash 《Advances in Polar Science》 2013年第1期50-59,共10页
Doppler velocities observed by the Rankin Inlet (RKN) PolarDARN radar are assessed with a focus on data in the beams oriented roughly along the magnetic meridian. Hourly scatter plots for every month are built. They... Doppler velocities observed by the Rankin Inlet (RKN) PolarDARN radar are assessed with a focus on data in the beams oriented roughly along the magnetic meridian. Hourly scatter plots for every month are built. They are shown to vary widely, with median values showing very clear magnetic local time variation with maximum magnitude during pre-noon and pre-midnight hours. The histograms contain a significant amount of very small velocity data that dominates at farther ranges and during the daytime. Near noon data show generally antisunward flows but at large ranges/magnetic latitudes and very close to noon, sunward flows occur for periods of positive IMF Bz. The reverse flows are stronger during spring equinox. The velocity magnitude was found to depend linearly on the IMF Be and interplanetary electric field. Velocities are often found to be smaller than those expected from the statistical convection model of Ruohoniemi and Greenwald -1996. 展开更多
关键词 PolarDARN radars Doppler velocity seasonal and magnetic local time variations
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Relativistic Schrodinger Wave Equation for Hydrogen Atom Using Factorization Method
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作者 Mohammad Reza Pahlavani Hossein Rahbar mohsen ghezelbash 《Open Journal of Microphysics》 2013年第1期1-7,共7页
In this investigation a simple method developed by introducing spin to Schrodinger equation to study the relativistic hydrogen atom. By separating Schrodinger equation to radial and angular parts, we modify these part... In this investigation a simple method developed by introducing spin to Schrodinger equation to study the relativistic hydrogen atom. By separating Schrodinger equation to radial and angular parts, we modify these parts to the associated Laguerre and Jacobi differential equations, respectively. Bound state Energy levels and wave functions of relativistic Schrodinger equation for Hydrogen atom have been obtained. Calculated results well matched to the results of Dirac’s relativistic theory. Finally the factorization method and supersymmetry approaches in quantum mechanics, give us some first order raising and lowering operators, which help us to obtain all quantum states and energy levels for different values of the quantum numbers n and m. 展开更多
关键词 Relativistic Schrodinger Wave Equation Factorization Method Ladder Operators SUPERSYMMETRY SPIN
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